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Synchronization of Chua chaotic circuits with application to the bidirectional secure communication systems

机译:蔡氏混沌电路的同步及其在双向安全通信系统中的应用

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摘要

In this paper, a scheme of a bidirectional hyperchaotic communication system is proposed. The hyperchaotic communication system including the transmitter and the receiver is composed of a pair of Chua circuit with coupling characteristics respectively. From the viewpoint of communication security, directly adopting the bidirectional communication system would provide a so-called "theoretical security". This is caused by the coupling relationship between the transmitter and the receiver. With the technique of frequency spectrum, the theoretical security of bidirectional communication systems can be proven. In other words, even if an intruder knows the parameter values of the system, he could not steal information from the system. As a result, it is not necessary for us to use the additional encryption. On the other hand, to achieve the synchronization of bidirectional communications, the method which applies a suitable Lyapunov function and the property of positive definite of a matrix is proposed to design the feedback controllers. Therefore, the message masked by chaotic signal from the transmitter can be perfectly recovered in the receiver. Finally, the simulation results can verify that the proposed method and the scheme of the bidirectional communication are favorable.
机译:本文提出了一种双向超混沌通信系统的方案。包括发送器和接收器的超混沌通信系统由分别具有耦合特性的一对Chua电路组成。从通信安全性的角度来看,直接采用双向通信系统将提供所谓的“理论安全性”。这是由于发送器和接收器之间的耦合关系引起的。利用频谱技术,可以证明双向通信系统的理论安全性。换句话说,即使入侵者知道了系统的参数值,他也无法从系统中窃取信息。结果,我们没有必要使用附加加密。另一方面,为了实现双向通信的同步,提出了一种应用适当的李雅普诺夫函数和矩阵正定性的方法来设计反馈控制器。因此,可以很好地在接收器中恢复被来自发送器的混沌信号掩盖的消息。最后,仿真结果可以验证所提出的双向通信方法和方案是有利的。

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